Perfect Rigour - Hardcover
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|About the Author||Masha Gessen is a journalist who has written for Slate, Seed, the New Republic, the New York Times, and other publications, and is the author of two previous books.|
|Author 1||Masha Gessen|
|Editorial Review||Gessen provides a thorough account of the circumstances that led to Perelman's rise in the 'vicious, backstabbing little world of Soviet mathematics and a brilliant reconstruction of the twisted logic that might have led to his mysterious exit. In so doing she has written something rare: an accessible book about an unreachable man.' -- New York Times 'Perelman and the world of Soviet maths training make a fascinating, moving tale, and in 'Perfect Rigour' Masha Gessen tells it brilliantly.' -- Sir Tom Stoppard 'Perelman possessed and developed a perfect mathematical mind with which he achieved a unique triumph in maths. But having a perfect mind in an imperfect world, is almost bound to end in tragedy, as Masha Gessen's brilliant book reveals.' -- Johnny Ball 'Gessen gives us a long and vivid description of the world of Soviet mathematics in the 1970s... Gessen paints a memorable picture of a Soviet sub-culture in which the great players of the mathematical game were nurtured much like the most promising young tennis stars... Gessen's research and reportage portrays the ultimate misfit mathematician...' -- Graham Farmelo, Times 'This strange tale highlights the intensity of the world of modern mathematics and the nature of some of the semi-autistic savants who live in it... 'Perfect Rigour' is readable, coherent, and enjoyable and we get a distinct image of a man crippled by his inabilities to empathize with or understand other men or women.' -- Robin McKie, Observer '[I] hugely enjoyed reading Masha Gessen's book. It gives the reader such an insight into Perelman, mathematics and Soviet education. The book will sit on my shelves between Simon Singh's Fermat's 'Last Theorem' and Graham Farmelo's 'The Strangest Man'.' -- Professor Michael Reiss, University of London|
|Number of Pages||256|